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What is the sum of a 23–term arithmetic sequence where the first term is 9 and the last term is 163?
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use the formula:\[\frac{n(first+last)}{2}\]
so (9+163)
/2
good, times 23, since thats the number of terms
way back when, before they had notations for this, they used words; and they had 2 different thrms for it that amounted to if the number of terms was even or odd even number:\[\frac{n}{2}(first+last)\] if it was odd\[n\frac{first+last}{2}\]
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